Group Names: ________________________________
Roll die. One die is the base, one is the numerator of the exponent, one is the denominator of the
exponent. Once you have written a rational exponent, rewrite the rational exponent as a radical.
Example: For the dice to the left, here are the options for your
rational exponents: 41⁄6 , 61⁄4 , 16⁄4 , 14⁄6
You need only 3 die for this section.
Exponent denominator must not contain a number equal
to or less than 1.
Base Exponent Exponent
Exponential Radical
#
Numerator Denominator Form
Form
4
1
6
1
4
√6
64
You need only 3 die for this section.
Exponent denominator must not contain a number equal to or less than 1.
Base Insert 3
Exponent Exponent
Exponential
Radical Form
variables
#
Numerator Denominator Form
with the
base
1
4
6
6x3yx
1
4
√6𝑥 3 𝑦𝑥
(6𝑥 3 𝑦𝑥)4
Most
simplified
radical form.
4
√6𝑥 4 𝑦
Group Names: ________________________________
You need only 3 die for this section.
Exponent denominator must not contain a number equal to or less than 1.
This section starts with the radical and moves to rational exponent form.
Insert 3
Base
Index
Outside
Radical Form Rational
variables
# in
(Root)
Exponent
Exponent
with
the
radical
Number
Form
base.
6
6x3yz
3
4
3
( √6𝑥 3 𝑦𝑧 )4
4
(6𝑥 3 𝑦𝑧)3
You need 4 die for this section.
Exponent denominator must not contain a number equal to or less than 1.
This section starts with the radical and moves to rational exponent form.
Fractional Insert 2
Index
Outside
Radical Form Rational
variables
base
(Root)
Exponent
Exponent
on
top
and
#s in
Number
Form
2 on
radical
bottom.
2
5
6𝑦 4 𝑧 5
6𝑦 4 𝑧 5
6𝑦 4 𝑧
6
(
)2
(√
)
√
√
3𝑦𝑥
3𝑦𝑥
3𝑦𝑥
3
Most
simplified
rational
exponent
form.
4
4
63 𝑥 4 𝑧 3
Most
simplified
rational
exponent
form.
5 15 5
62 𝑦 2 𝑧 2
5 5
32 𝑥 2